Abstract

ABSTRACT Two currently debated problems in galaxy evolution, the fundamentally local or global nature of the main sequence of star formation and the evolution of the mass–size relation of star-forming galaxies (SFGs), are shown to be intimately related to each other. As a preliminary step, a growth function g is defined, which quantifies the differential change in half-mass radius per unit increase in stellar mass (g = d log R1/2/d log M⋆) due to star formation. A general derivation shows that g = KΔ(sSFR)/sSFR, meaning that g is proportional to the relative difference in specific star formation rate between the outer and the inner half of a galaxy, with K a dimensionless structural factor for which handy expressions are provided. As an application, it is shown that galaxies obeying a fundamentally local main sequence also obey, to a good approximation, g ≃ γn, where γ is the slope of the normalized local main sequence ($\mathrm{ sSFR} \,\, \propto \,\, \Sigma _\star ^{-\gamma }$) and n is the Sersic index. An exact expression is also provided. Quantitatively, a fundamentally local main sequence is consistent with SFGs growing along a stationary mass–size relation, but inconsistent with the continuation at z = 0 of evolutionary laws derived at higher z. This demonstrates that either the main sequence is not fundamentally local, or the mass–size relation of SFGs has converged to an equilibrium state at some finite time in the past, or both.

Highlights

  • How closely is the evolution of star-forming galaxies (SFGs) dictated by large-scale cosmological processes? To what extent are instead SFGs able to regulate their own growth by means of more local mechanisms? These are common questions underlying several ongoing investigations in galaxy evolution and remind us of the importance to establish connections between various sub-fields

  • In its simplest and most common form, the mass–size relation connects the stellar mass of a galaxy to its half-mass radius R1/2, with the latter often approximated by the half-light or effective radius Reff, measured in the optical or, preferably, near-infrared (e.g. Lange et al 2015; Lelli, McGaugh & Schombert 2016; Wu 2018)

  • If a local main sequence is a good description of star formation in SFGs at z ∼ 0, the analysis in Section 4.4 indicates a preference for a sub-critical growth function, marginally consistent with critical, g ࣠ gcrit (Fig. 1)

Read more

Summary

INTRODUCTION

How closely is the evolution of star-forming galaxies (SFGs) dictated by large-scale cosmological processes? To what extent are instead SFGs able to regulate their own growth by means of more local mechanisms? These are common questions underlying several ongoing investigations in galaxy evolution and remind us of the importance to establish connections between various sub-fields. How closely is the evolution of star-forming galaxies (SFGs) dictated by large-scale cosmological processes? To what extent are instead SFGs able to regulate their own growth by means of more local mechanisms? These are common questions underlying several ongoing investigations in galaxy evolution and remind us of the importance to establish connections between various sub-fields. Two problems in particular are often studied separately, but are – as this study will try to highlight – tightly connected: the local or global nature of the main sequence of star formation and the evolution of the mass–size relation of SFGs

Evolution of the mass–size relation
Nature of the main sequence of star formation
Outline
M dM dt
The growth function and the evolution of the mass–size relation
Evolutionary models
THE RADIAL GROWTH RATE
APPLICATION TO A SPATIALLY RESOLVED MAIN SEQUENCE
Growth function for a resolved main sequence
Comparison with models of exponential discs
Comparison with theoretical expectations
DISCUSSION
Is the mass–size relation evolving with time?
Findings
Is the main sequence fundamentally local?
SUMMARY AND CONCLUSIONS

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Disclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.